Mathematical Modeling of Shock-Wave Processes in Condensed Matter

Mathematical Modeling of Shock-Wave Processes in Condensed Matter

From Statistical Thermodynamics to Control Theory

Khantuleva, Tatiana Aleksandrovna

Springer Verlag, Singapore

07/2022

336

Dura

Inglês

9789811924033

15 a 20 dias

694

Descrição não disponível.
Models of continuum mechanics and their deficiencies.- Specific Features of Processes Far from Equilibrium.- Macroscopic Description in Terms of Non-equilibrium Statistical Mechanics.-Thermodynamic Concepts Out of Equilibrium.- New Approach to Modeling Non-equilibrium Processes.- Description of the Structure Evolution Using Methods of Control Theory of Adaptive Systems.- The Shock-Induced Planar Wave Propagation in Condensed Matter.- Evolution of Waveforms during Propagation in Solids.- Abnormal Loss or Growth of the Wave Amplitude.- The Stress-Strain Relationships for the Continuous Stationary Loading.
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Shock-Induced Processes in Solids;Mathematical Modeling;Non-equilibrium Thermodynamics;Control Theory in Adaptive Systems;High-Rate Processes;Non-local and Memory Effects;Internal Structure Evolution;Self-Organization;Waveform Evolution;Speed-Gradient Principle;Elastic-Plastic Transition;Entropy Generation